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(Solved): -6) Let | 1 70 *+(.*-(9).-() --() +-)--() ?1 = 2 1, W1 = 2 2, ?2 = 10, V3 = L -1 , W2 = 3 0 2 , W3 ...

-6) Let | 1 70 *+(.*-(9).-() --() +-)--() ?1 = 2 1, W1 = 2 2, ?2 = 10, V3 = L -1 , W2 = 3 0 2 , W3 = | 2 1-1/ Let T:R3 ? R3 s

-6) Let | 1 70 *+(.*-(9).-() --() +-)--() ?1 = 2 1, W1 = 2 2, ?2 = 10, V3 = L -1 , W2 = 3 0 2 , W3 = | 2 1-1/ Let T:R3 ? R3 such that T(?;) = W, j = 1, 2, 3. Find the matrix A associated to T in the canonical basis. Find a basis of its kernel and its image. Verify your answers.

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